<snapdata remixID="14788472"><project name="debugging" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="debugging"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="19"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="36" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doRepeat"><l>10</l><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="up"></block><block s="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><script><block s="up"></block><block s="setColor"><color>0,230,55,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="up"></block><block s="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="debugging" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>